Method of testing a surgical system

ABSTRACT

A method of testing a surgical system that takes advantage of the fact that in a balanced irrigation/aspiration system (inflow≧outflow) the duration of the aspiration pressure recovery to the irrigation fluid source pressure immediately following pump stop is independent of pump run time. This method provides a more reliable way of detecting restricted irrigation flow configurations not detectable by the current methods, such as marginal irrigation flow cases that could potentially lead to surgical complications (e.g. chamber collapse during post-occlusion break surge).

BACKGROUND OF THE INVENTION

This invention relates generally to the field of cataract surgery and more particularly to a surgical parameters control method for use with a phacoemulsification system.

The human eye in its simplest terms functions to provide vision by transmitting light through a clear outer portion called the cornea, and focusing the image by way of the lens onto the retina. The quality of the focused image depends on many factors including the size and shape of the eye, and the transparency of the cornea and lens.

When age or disease causes the lens to become less transparent, vision deteriorates because of the diminished light which can be transmitted to the retina. This deficiency in the lens of the eye is medically known as a cataract. An accepted treatment for this condition is surgical removal of the lens and replacement of the lens function by an artificial intraocular lens (IOL).

In the United States, the majority of cataractous lenses are removed by a surgical technique called phacoemulsification. During this procedure, a thin phacoemulsification cutting tip is inserted into the diseased lens and vibrated ultrasonically. The vibrating cutting tip liquefies or emulsifies the lens so that the lens may be aspirated out of the eye. The diseased lens, once removed, is replaced by an artificial lens.

A typical ultrasonic surgical device suitable for ophthalmic procedures consists of an ultrasonically driven handpiece, an attached cutting tip, and irrigating sleeve and an electronic control console. The handpiece assembly is attached to the control console by an electric cable and flexible tubings. Through the electric cable, the console varies the power level transmitted by the handpiece to the attached cutting tip and the flexible tubings supply irrigation fluid to and draw aspiration fluid from the eye through the handpiece assembly.

The operative part of the handpiece is a centrally located, hollow resonating bar or horn directly attached to a set of piezoelectric crystals. The crystals supply the required ultrasonic vibration needed to drive both the horn and the attached cutting tip during phacoemulsification and are controlled by the console. The crystal/horn assembly is suspended within the hollow body or shell of the handpiece by flexible mountings. The handpiece body terminates in a reduced diameter portion or nosecone at the body's distal end. The nosecone is externally threaded to accept the irrigation sleeve. Likewise, the horn bore is internally threaded at its distal end to receive the external threads of the cutting tip. The irrigation sleeve also has an internally threaded bore that is screwed onto the external threads of the nosecone. The cutting tip is adjusted so that the tip projects only a predetermined amount past the open end of the irrigating sleeve. Ultrasonic handpieces and cutting tips are more fully described in U.S. Pat. Nos. 3,589,363; 4,223,676; 4,246,902; 4,493,694; 4,515,583; 4,589,415; 4,609,368; 4,869,715; 4,922,902; 4,989,583; 5,154,694 and 5,359,996, the entire contents of which are incorporated herein by reference.

In use, the ends of the cutting tip and irrigating sleeve are inserted into a small incision of predetermined width in the cornea, sclera, or other location. The cutting tip is ultrasonically vibrated along its longitudinal axis within the irrigating sleeve by the crystal-driven ultrasonic horn, thereby emulsifying the selected tissue in situ. The hollow bore of the cutting tip communicates with the bore in the horn that in turn communicates with the aspiration line from the handpiece to the console. A reduced pressure or vacuum source in the console draws or aspirates the emulsified tissue front the eye through the open end of the cutting tip, the cutting tip and horn bores and the aspiration line and into a collection device. The aspiration of emulsified tissue is aided by a saline flushing solution or irrigant that is injected into the surgical site through the small annular gap between the inside surface of the irrigating sleeve and the cutting tip.

Prior to use in surgery, the various handpieces, tubings and fluid management cassettes all need to be purged of air or primed. During the priming stage, current phacoemulsification systems also run an aspiration system diagnostic step to test for leaks or blockages in the aspiration system. During this diagnostic step, the system pump is activated to generate a certain vacuum in the aspiration line. If the system is not able to reach the desired vacuum level, this indicates to the system that there is a leak somewhere in the aspiration system, and the system will sound a warning for the operator. On the other hand, inability to release previously build vacuum indicates that there is a blockage in the system, such as a kink in one of the tubings.

Following the priming step, a flow check is performed specifically intended to verify an adequate fluid flow through the surgical handpiece. Current phacoemulsification systems use a small rubber test chamber that fits over the cutting tip and sleeve. The test chamber is filled with the irrigation fluid and when placed on the handpiece creates a closed compliant aspiration system. During this test an excessive vacuum level for a given pump speed would indicate a flow restriction in the fluidic path. Also, a manual check can be performed by the user to ensure that the test chamber is filled and pressurized upon test completion. A deflated test chamber would be an indication of the irrigation flow restriction. While this priming and diagnostic system procedure is effective, it can cause some compromises with current phacoemulsification system technology. For example, phacoemulsification tip technology has evolved over the years and many different tip styles and diameters are now available. As will be understood to one skilled in the art, an aspirating tip with a small diameter or bore will naturally have a higher resistance to flow than a large bore tip. Therefore, at any given pump speed, a small bore tip will create a higher vacuum in the aspiration line than a large bore tip. As a result, diagnostic settings that use a vacuum level compatible with a small bore tip may not be appropriate when a large bore tip is used, and visa versa. This can lead to inaccuracies and false warnings by the system. Similar inaccuracies can result from different sized tubings and handpieces. Also, a reliance on the user to verify a proper test chamber state following the diagnostics completion is subjective and susceptible to a human error.

Therefore, a need continues to exist for a method of priming and testing phacoemulsification systems that is accurate for a wide variety of handpieces, tubings and tip.

BRIEF SUMMARY OF THE INVENTION

The present invention improves upon the prior art by providing a method of testing a surgical system that takes advantage of the fact that in a balanced irrigation/aspiration system (inflow≧_outflow) the duration of the aspiration pressure recovery to the irrigation fluid source pressure immediately following pump stop is independent of pump run time. This method provides a more reliable way of detecting restricted irrigation flow configurations not detectable by the current methods, such as marginal irrigation flow cases that could potentially lead to surgical complications (e.g. chamber collapse during post-occlusion break surge).

Accordingly, one objective of the present invention is to provide a surgical console control system.

Another objective of the present invention is to provide a surgical console control system having a method for priming a surgical system.

Another objective of the present invention is to provide a more reliable method for priming a surgical system that can detect restricted irrigation flow configurations not detectable by the current methods.

These and other advantages and objectives of the present invention will become apparent from the detailed description and claims that follow.

BRIEF DESCRIPTION OF THE DRAWINGS

FIG. 1 is a block diagram of one embodiment of a control system that can be used with the method of the present invention.

FIG. 2 is a graphical illustration of a typical aspiration pressure system waveform having unrestricted irrigation.

FIG. 3 is a graphical illustration of a typical aspiration pressure system waveform having restricted irrigation.

FIG. 4 is a flow chart illustrating the steps of a first embodiment of the method of the present invention.

FIG. 5 is a flow chart illustrating the steps of a second embodiment of the method of the present invention.

DETAILED DESCRIPTION OF THE INVENTION

The inventors have discovered that in a balanced irrigation/aspiration (“I/A”) system (inflow≧outflow) the duration of the aspiration pressure recovery to the bottle pressure (immediately following pump stop) is independent of pump run time. In fact, the pressure recovery profile has a shape that can be approximated as an exponential settling: ${P(t)} = {P_{SRC} - {\left( {P_{TEST} + P_{SRC}} \right) \cdot {\mathbb{e}}^{- \frac{t}{\tau}}}}$ Where:

-   -   P_(SRC)—irrigation source pressure     -   P_(TEST)—initial system pressure after pump stop     -   τ—time constant for a given setup         Given the approximation above, the recovery time does not depend         on the initial vacuum, instead it's a function of the time         constant only, and is equal to 5τ. The time constant depends on         system configuration such as infusion sleeve, diameter of the         tubing, infusion set drip chamber, etc. The method of the         present invention does not require the knowledge of the exact         recovery time or time constant, but rather utilizes the fact         that recovery time is constant. Further, in the case of an         imbalanced system, fluid starvation of the test chamber during         pump run time extends the recovery time because not only is the         test chamber recovery being slowed down by restricted infusion,         but an additional amount of time is needed to refill the         previously starved test chamber. As a result, test chamber         refill duration is directly proportional to pump run time. Thus,         by extending run time of the pump, the effect of test chamber         starvation can be amplified for a definite detection.

As best seen in FIG. 1, system 10 of the present invention generally includes surgical console 12 and cassette 14. Console 12 may be any suitable commercially available surgical console, such as the SERIES TWENTY THOUSAND LEGACY®, INFINITI® or ACCURUS® surgical systems available from Alcon Laboratories, Inc., Fort Worth, Tex. Cassette 14 may be any suitable commercially available surgical cassettes, such as those described in U.S. Pat. Nos. 5,267,956, 5,364,342 and 5,499,969 (Beuchat, et al.), U.S. Pat. No. 5,899,674 (Jung, et al.), U.S. Pat. No. 6,293,926 B1 (Sorensen, et al.) and U.S. Patent Publication No. 2003/0190244 A1 (Davis, et al.), the entire contents of which being incorporated herein by reference. Cassette 14 is held in operative association with console 12 by means well-known in art.

Console 12 generally contains aspiration pump mechanism 16, which may be any suitable flow or vacuum based pump, such pumps being widely known in the art. For example, pump mechanism 16 may be a peristaltic pump roller head that interacts with a peristaltic pump tube formed by aspiration line 20 and aspiration exhaust line 34. Aspiration line 20 is connected to surgical handpiece 22 on one end and to pump mechanism 16 on the other end so as to draw fluid through handpiece 22. In fluid communication with aspiration line 20 is pressure sensor 26, which may be one of a variety of invasive or non-invasive pressure sensors well-known in the art. Aspiration line 20 is intersected between handpiece 22 and pump mechanism 16 by aspiration vent line 24.

Cassette 14 generally contains aspiration exhaust line 34, which fluidly connects to aspiration vent line 24 through vent valve 30 and to aspiration line 20 through pump mechanism 16. Aspirant or exhaust from pump mechanism 16 is directed into drain bag 29 through aspiration exhaust line 34.

System 10 of the present invention also include irrigation fluid container 32 that is connected through line 36 to pressurized air source 38. Alternatively, fluid container 32 may be gravity-fed as is well-known in the art. Fluid container 32 is fluidly connected to handpiece 22 through line 40 and valve 42 and to aspiration line 34 through irrigation vent line 44 and valve 46.

As discussed above, while it is preferred that pump mechanism 16 be a peristaltic roller head and aspiration line 20 and aspiration exhaust line 34 be formed in one continuous length so as to form a peristaltic pump tube that interacts with pump mechanism 16, one skilled in the art will recognize that aspiration line 20 and aspiration exhaust line may be formed as a separate piece or pieces or may be formed integrally with cassette 14 and that pump mechanisms 16 other that peristaltic pump roller heads may be used, such as linear peristaltic pumps.

In addition, pressure sensor 26 is depicted as being contained within console 12. One skilled in the art will recognize that portions of pressure sensor 26, such as a pressure diaphragm (not shown) may be contained in or on cassette 14 and interact with a force transducer or other means (not shown) contained within console 12.

As best seen in FIG. 2, for an I/A system, such as system 10, having unrestricted infusion, the settling time (T_(S)) of the pressure in aspiration line 20 (as indicated by aspiration pressure sensor 26 or “APS”) at the end of the Flow Check cycle (pump 16 stops after running at some practical rate, for example 60 cc/min) is constant regardless of pump 16 run duration (by way of example, t₆₀ may be 3 seconds). For an I/A system, such as system 10, having restricted infusion, the overall settling time (t_(SR)) is greater than that of unrestricted system, and it can be expressed as: t _(SR) =t′ _(S) +t _(F) where:

-   -   t′_(S)—slowed down settling time (t′_(S)>T_(S)),     -   t_(F)—test chamber refill time         While the slowed down settling time (t′_(S)) is also remains         constant for a given restriction, test chamber refill time (if         applicable) depends on the degree of restriction and more         importantly on pump 16 run time (t₆₀). The applicability of test         chamber 28 refill time depends on whether test chamber 28 was         starved during pump 16 run time. If, despite the restriction,         the infusion fluid flow through line 40 and into test chamber 28         was able to keep up the aspiration fluid flow through line 20         caused by pump 16, then t_(F)=0. This case can be assumed as         being clinically safe. The cases with a more significant         restriction (i.e. when test chamber 28 is starved during pump 16         run time) present a greater risk. In these cases, test chamber         28 refill time can be estimated as follows:         $t_{F} = {\frac{V_{Starved}}{F_{Infusion}} = \frac{\left( {F_{Aspiration} - F_{Infusion}} \right) \cdot t_{Test}}{F_{Infusion}}}$         where:     -   V_(Starved)—test chamber volume lost during pump run time     -   F_(Aspiration)—aspiration flow rate during the test     -   F_(Infusion)—infusion flow rate     -   t_(Test)—pump run time, i.e. test duration

As best seen in FIG. 3, for a restricted infusion flow, the overall settling time (t_(SR)) is greater than that of unrestricted infusion flow, and it can be expressed as: t _(SR) =t′ _(S) +t _(F) where:

-   -   t′_(S)—slowed down settling time (t′_(S)>T_(S)),     -   t_(F)—test chamber refill time

Based of this information, the method of the present invention operates as shown in FIG. 4. At Step 1, the pressure of irrigation fluid container 32, as seen by aspiration pressure sensor 26 is recorded for future use (P_(SRC)). The value is measured with irrigation valve 42 open and pump 16 stopped; throughout the test, irrigation valve 42 stays open and vent valve 46 stays closed. The measured value is essentially the pressure of irrigation fluid container 32 as seen by aspiration pressure sensor 26, and it is also the recovery pressure of the aspiration pressure any time pump 16 stops. At this time, a “traditional” vacuum limit test is still used for gross error detection (e.g. aspiration side clog) provided that prior to proceeding, Step 2 of the test method of the present invention requires that pump 16 is run at some high rate for several seconds. For example a “high rate” may be the maximum unoccluded rate configurable by the user, such as 60 cc/min. The duration of pump 16 run time should be sufficient for the restricted irrigation flow to have some measurable effect (i.e. partial collapse of test chamber 28). The longer the duration, the higher the resolution in reliably detecting the failure; on the other hand, in the case of a non-failing setup, prolonged pump run time wastes irrigation fluid and slows down the user. Therefore, a duration that is a reasonable compromise between the two may be between 2 seconds and to 6 second. At the end of Step 2, pump 16 is stopped and irrigation valve 42 stays open to allow the aspiration pressure in system 10 to recover back to the pressure in irrigation fluid container 32. In Step 3, the time that it takes from the point when pump 16 is stopped to the point when the aspiration pressure crosses 0 mm Hg is measured (t₀₁). The value of 0 mm Hg value is chosen out of convenience, and other values may be used. The requirement for the value is that at this point, system 10 has gone through test chamber 28 recovery/refill (if any) and incurred pressure recovery delay. When test chamber 28 is being refilled the pressure at test chamber 20 is approximately 0 mm Hg and aspiration pressure reads a negative value at this point. Consequently, when aspiration pressure reads 0 mm Hg, test chamber 28 (upstream) pressure is above zero or positive, which means test chamber 28 is fully inflated. Therefore, a non-negative aspiration pressure reading is a suitable test point. Also, during the previous step (pump 16 run time) the aspiration pressure reading is typically well below 0 mm Hg (i.e. vacuum) and the pressure of irrigating fluid container 32 is some positive value, and system 10 pressure necessarily has crossed 0 mm Hg at some point during recovery. In Step 4, after a predefined time period, the recovered aspiration pressure is compared against the expected P_(SRS) value. A reasonable value for the recovery period may typically be between 0.5 to 1.5 seconds, and may be determined experimentally for the worst case combination of consumable products (cassette, tip, sleeve, etc.). The allowable differential between the actual and expected recovered values depends on sensor 26 accuracy, bottle spike, fluid level in the irrigating fluid container 26, etc; but the practical values are generally in the range of 10-15 mm Hg. If the recovered pressure is within tolerance, system 10 has passed the flow check test and no further fluidic setup is required.

As seen in Step 5, if the recovered aspiration pressure failed the test in Step 4, then the difference in recovered value is compared against some experimentally determined threshold. A recovery above this threshold represents a marginally acceptable irrigation setup. The threshold value itself is not used to control the ability of system 10 to detect a faulty setup. Instead, this value allows system 10 to reject a bad setup sooner, without going though additional steps. Having a value that is too low makes system 10 go through extra steps before rejecting an obviously bad setup; having a value that is too high can cause false positives. A practical value may be approximately 50% of irrigating fluid container 32 pressure. The practicality of the value can be determined by simulating a worst case acceptable irrigation restriction. If the recovered aspiration pressure does pass the test in Step 5, indicating that the difference in recovered value as compared against some experimentally determined, threshold value is potentially acceptable, then pump 16 is restarted to repeat the last part of Step 2 or the “standard flow check”. In this Step 6, pump 16 run time is significantly different from the standard run time used in Step 2 in order to amplify the effect of the “inflow<outflow” imbalance by aggravating test chamber 28 starvation, and consequently prolonging the recovered aspiration pressure as compared against the expected P_(SRS) value after stopping pump 16. By way of example, doubling pump 16 run time to 6 seconds produces a discernable difference for a faulty setup. To be able to meaningfully compare the recovery times, pump 16 rate should be set to the same value as in Step 2. Step 7 is then carried out, with Step 7 being similar to Step 3 in that a recovery period to 0 mm Hg is measured (t₀₂). In Step 8, both recovery times (t₀₁ and t₀₂) are compared. A significant difference (in terms of the accuracy of the measurement) between two time indicates a longer test chamber 28 recovery/refill duration, i.e. indicates a significant “outflow>inflow” imbalance. Assuming that the overall recovery duration has two components: 1) system (tubing, cassette, etc) recovery; and 2) test chamber 28 recovery or refill, the system component is close to being a constant for any given system configuration, while test chamber 28 recovery is a variable determined by the pre-existing test chamber 28 collapse. Test chamber 28 recovery duration can be roughly approximated as the time it takes irrigation free flow to fill the deficit previously created by the outflow/inflow imbalance. Doubling pump 16 run time simplifies the math in estimating the imbalance: $\left. \begin{matrix} {t_{01} = {{t_{System} + t_{{TestChamber}\quad 1}} = {t_{System} + \frac{\left( {F_{Aspiration} - F_{Infusoin}} \right) \cdot t_{1}}{F_{Infusoin}}}}} \\ {t_{02} = {{t_{System} + t_{{TestChamber}\quad 2}} = {t_{System} + \frac{{\left( {F_{Aspiration} - F_{Infusoin}} \right) \cdot 2}t_{1}}{F_{Infusoin}}}}} \end{matrix}\Rightarrow\Rightarrow{\Delta\quad t} \right. = {{t_{02} - t_{01}} = {\left. \frac{\left( {F_{Aspiration} - F_{Infusoin}} \right) \cdot t_{1}}{F_{Infusoin}}\Rightarrow\frac{F_{Infusion}}{F_{Aspiration}} \right. = \frac{t_{1}}{t_{1} + {\Delta\quad t}}}}$

Ideally, given the proper setup, Δt should be 0, and F_(Infusion)/F_(Aspiration) ratio should be 1. Outside any pressure and time measurement inaccuracy, any Δt indicates some irrigation flow restriction. For example, if a flow check run at 60 cc/min for 3 and 6 seconds produces 0.5 seconds recovery differential, then F_(Infusion)/F_(Aspiration) ratio can be approximated to 86%, or irrigation flow restriction of approximately 14%. Given pressure sensor 26 accuracy, time measurement accuracy, and other factors on commercially available system, approximately 15% (or a Δt of approximately 0.5 second) can be used as a practical pass/fail criteria. If the test in Step 8 passes, then the same test as in Step 5 is applied for assurance that system 10 pressure recovers above a minimum threshold.

The flow chart in FIG. 5 illustrates an alternative or second implementation of the method of the present invention. The main difference between the method illustrated in FIG. 4, and the method illustrated in FIG. 5, is that the second implementation is time based only. The method illustrated in FIG. 5 uses an expected recovery periods T₀ and T₁ as pass fail criteria in the earlier steps of the test.

One skilled in the art will recognize that the methods of the present invention are based on the principle that system 10 aspiration pressure recovery following pump 16 stop is constant for a given proper (unrestricted) setup that includes cassette, tip, irrigation sleeve, handpiece, and fluidics module. Pressure recovery in time can be approximated and an exponential approach to irrigating fluid container 32 pressure: ${P(t)} = {P_{SRC} - {\left( {P_{TEST} + P_{SRC}} \right) \cdot {\mathbb{e}}^{- \frac{t}{\tau}}}}$ Where:

-   -   P_(SRC)—irrigation source pressure     -   P_(TEST)—initial system pressure after pump stop     -   τ—time constant for a given setup         Given this approximation, the restricted setup recovery can be         modeled to have similar exponential component plus a “test         chamber refill” component, which is approximately linearly         proportional to pump 16 run time. The fact that the exponential         component of the restricted system has a greater time constant τ         (i.e. slower response) than the unrestricted does not matter to         the method, because a comparison of the two setups is not being         made. Whatever that exponential component is, it stays constant         for a given setup, so when two recoveries after two different         pump run times are compared, the constant part is eliminated,         thus allowing to check for the presence of the linear component.

This description is given for purposes of illustration and explanation. It will be apparent to those skilled in the relevant art that changes and modifications may be made to the invention described above without departing from its scope or spirit. 

1. An automated method for testing a surgical irrigation/aspiration system having an aspiration pump, comprising: using a fill state of a handpiece test chamber as an indication of a state of a fluidic balance in the irrigation/aspiration system.
 2. The method of claim 1 further comprising the steps of: a) monitoring a system pressure recovery profile following aspiration of a known fluid volume in a known time interval; b) determining a presence or absence of a characteristic test chamber refill segment in the recovery profile; and c) determining the state of the irrigation/aspiration system fluidic balance based on the established presence or absence of the chamber refill segment.
 3. The method of claim 1, further comprising the steps of: a) monitoring a first system pressure recovery profile following aspiration of a first known fluid volume in a first known time interval; b) monitoring a second system pressure recovery profile following aspiration of a second known volume in a second known time interval; c) determining a dependence of the recovery time on aspirated volume based on a comparison of the first system pressure recovery time with the second system pressure recovery time; and d) determining a chamber refill segment absence or presence in the recovery profile based on the established dependency of the recovery time.
 4. A method for testing a surgical irrigation/aspiration system, comprising the steps of: a) connecting a source of irrigation fluid to a surgical handpiece, the surgical handpiece and the source of irrigation fluid under the control of a surgical console; b) connecting a source of aspiration to a surgical handpiece, the source of aspiration under the control of a surgical console; c) installing a test chamber on the surgical handpiece so as to provide a closed fluid path from the source of irrigation fluid to the source of aspiration; d) exposing the test chamber to vacuum generated by the aspiration source for a first period of time; e) isolating the test chamber from the source of aspiration after the first period of time; f) measuring a first amount of time it takes for the source of irrigation fluid to return the pressure in the test chamber to a non-negative number following the first period of time; g) exposing the test chamber to vacuum generated by the aspiration source for a second period of time; h) isolating the test chamber from the source of aspiration after the second period of time; i) measuring a second amount of time it takes for the source of irrigation fluid to return the pressure in the test chamber to a non-negative number following the second period of time; j) comparing the first amount of time to the second amount of time; and k) determining the status of the surgical system based upon the comparison of the first amount of time with the second amount of time.
 5. A method of testing a surgical irrigation/aspiration system, the surgical system having a surgical handpiece connected to an irrigation fluid supply through an irrigation line and an irrigation valve, the handpiece also connected to an aspiration pump through an aspiration line, the aspiration line having a pressure sensor, comprising the steps of: a) opening the irrigation valve to allow irrigation fluid to flow from the irrigation fluid container to the surgical handpiece; b) measuring a pressure (P_(SRC)) at the aspiration pressure sensor with the pump stopped; c) running the pump for a period of time sufficient to generate a vacuum at the aspiration pressure sensor; d) stopping the pump; e) measuring an amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped; f) comparing an amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped against a predetermined time value; and g) passing or failing the system based on the comparison of the amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped against the predetermined time value.
 6. A method of testing a surgical irrigation/aspiration system, the surgical system having a surgical handpiece connected to an irrigation fluid supply through an irrigation line and an irrigation valve, the handpiece also connected to an aspiration pump through an aspiration line, the aspiration line having a pressure sensor, comprising the steps of: a) opening the irrigation valve to allow irrigation fluid to flow from the irrigation fluid container to the surgical handpiece; b) measuring a pressure (P_(SRC)) at the aspiration pressure sensor with the pump stopped; c) running the pump for a first period of time sufficient to generate a vacuum at the aspiration pressure sensor; d) stopping the pump; e) measuring a first amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped; f) comparing an amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped against a predetermined time value; g) if the amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped is greater that the predetermined time value; h) running the pump for a second period of time greater than the first period of time; i) stopping the pump; j) measuring a second amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped; k) comparing the first amount of time of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped to the second amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped; and l) passing or failing the system based on the comparison of the first amount of time of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped to the second amount of time it takes for the pressure at the aspiration pressure sensor to reach P_(SRC) after the pump is stopped. 